jalhyd
Version:
JaLHyd, a Javascript Library for Hydraulics
124 lines • 4.08 kB
TypeScript
import { Result } from "../internal_modules";
import { MacrorugoParams } from "../internal_modules";
import { FishPass } from "../internal_modules";
export declare enum MacroRugoFlowType {
EMERGENT = 0,
QUASI_EMERGENT = 1,
SUBMERGED = 2
}
export declare class MacroRugo extends FishPass {
private static readonly g;
/** nu: water kinematic viscosity */
private static readonly nu;
/** Ratio between the width (perpendicular to flow) and the length (parallel to flow) of a cell (-) */
private static readonly fracAxAy;
/** Limit between emergent and submerged flow */
private static readonly limitSubmerg;
/** Flag for submerged Flow */
private flowType;
/** Velocity at the bed (m.s-1) */
private u0;
private _cache;
/** Coefficients used in f_h*(h*) */
private paramFhStar;
/** Coefficient used in rQ */
private paramRQ;
/** Coefficient used in rQ */
private paramRV;
/** Maximum value for Cd */
private paramMaxCd;
/** true: Cd0 * min(3, fh), false : min(6, Cd0 * fh) */
private paramCdNewVersion;
/**
* { symbol => string } map that defines units for extra results
*/
private static _resultsUnits;
constructor(prms: MacrorugoParams, dbg?: boolean);
/**
* paramètres castés au bon type
*/
get prms(): MacrorugoParams;
/**
* Calcul du débit total, de la cote amont ou aval ou d'un paramètre d'une structure
* @param sVarCalc Nom du paramètre à calculer
* @param rInit Valeur initiale
*/
Calc(sVarCalc: string, rInit?: number): Result;
Equation(sVarCalc: string): Result;
/**
* paramétrage de la calculabilité des paramètres
*/
protected setParametersCalculability(): void;
static resultsUnits(): {
PV: string;
Vdeb: string;
Vmax: string;
Vg: string;
ZF2: string;
Strickler: string;
xCenter: string;
};
protected exposeResults(): void;
private setFlowType;
/**
* Equation from Cassan, L., Laurens, P., 2016. Design of emergent and submerged rock-ramp fish passes.
* Knowledge & Management of Aquatic Ecosystems 45.
* @param sVarCalc Variable à calculer
*/
private resolveQ;
/**
* Averaged velocity (m.s-1)
*/
private get U0();
private get CdChD();
/**
* sigma ratio between the block area in the x, y plane and D2
*/
private get sigma();
private get R();
/**
* Bed friction coefficient Equation (3) (Cassan et al., 2016)
* @param Y Water depth (m)
*/
private calcCf;
/**
* Calculation of Cd : drag coefficient of a block under the actual flow conditions
*/
private get Cd();
/**
* Calcul de Beta force ratio between drag and turbulent stress (Cassan et al. 2016 eq(8))
* \Beta = (k / alpha_t) (C_d C k / D) / (1 - \sigma C)
* @param alpha \alpha_t turbulent length scale (m) within the blocks layer
*/
private calcBeta;
/**
* Averaged velocity at a given vertical position (m.s-1)
* @param alpha turbulent length scale (m) within the blocks layer
* @param z dimensionless vertical position z / k
*/
private calcUz;
private get ustar();
private resolveAlpha_t;
private resolveQSubmerged;
private resolveQEmergent;
private resolveU0Complete;
/**
* Calcul du ratio entre la vitesse moyenne à l'aval d'un block et la vitesse maximale
* r = 1.1 pour un plot circulaire Cd0=1 et r = 1.5 pour un plot à face plane Cd0=2
*/
private get rV();
/**
* Perte de charge supplémentaire due à la forme (voir fFr)
* r = 1 pour un plot circulaire Cd0=1 et r = 1.25 pour un plot à face plane Cd0=2
*/
private get rQ();
/**
* Froude correction function (Cassan et al. 2014, Eq. 19)
*/
private get fFr();
/**
* Calculation of Froude correction function (Cassan et al. 2014, Eq. 19)
*/
private CalcfFr;
}
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